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Old 03-15-2006, 04:07 PM
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I know this should be simple as hell, but for some reason I don't see it

How is the theorem:
If the sum of three positive quantities s, t, and u is constant, then their product stu is maximum if and only if s=t=u
a consequence of the arithmetic-geometric mean inequality?

arithmetic-geometric mean inequality is defined as: If a, b, and c are nonnegative real numbers, then ³√(abc) ≤ (a+b+c)/3, with equality holding if and only if a=b=c.

I know this should be cake, but the hamster in my head isn't turning the wheel. I should know this ----, learned it years ago, but I am just blank right now.
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Old 03-15-2006, 04:24 PM
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what are you asking of us, if they are correct?
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Old 03-15-2006, 04:44 PM
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modified it a little bit. Asking how the first theorem is a concequence of the arithmetic-geometric mean inequality
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Old 03-15-2006, 05:54 PM
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come on, anybody, I give you 5 dolla for a legitimate answer. :P
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Old 03-15-2006, 06:23 PM
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honestly, who the ---- is really gonna use some ---- like that in thier lifetime??
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Old 03-15-2006, 06:26 PM
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uhm people who design turbos Sorry murdoc, dont have a legit answer for you... go smoke some weed it might help
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Old 03-15-2006, 06:30 PM
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theorem obviously comes from the word theory

theory = tested, not proven



who knows if this ---- is even correct wouldnt it be an equation if it was proven??





murdoc: sorry to babble in your thread but i doubt you're gonna get much help here :1
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Old 03-15-2006, 06:31 PM
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i really dont understand what your asking. you ask "a consequence of the arithmetic-geometric mean inequality" but arithmetic-geometric mean inequality is defined as: If a, b, and c are nonnegative real numbers, then ³√(abc) ≤ (a+b+c)/3, with equality holding if and only if a=b=c . seems like what your asking is the definition. i dont know maybe im stupid and dont see it either. so i mean technically you can assume its true :P

definitions are

1. An idea that is demonstrably true or is assumed to be so.
2. A mathematical proposition that has been or is to be proved on the basis of explicit assumptions.
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Old 03-15-2006, 06:34 PM
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Originally Posted by BoosTedZSix
i really dont understand what your asking. you ask "a consequence of the arithmetic-geometric mean inequality" but arithmetic-geometric mean inequality is defined as: If a, b, and c are nonnegative real numbers, then ³√(abc) ≤ (a+b+c)/3, with equality holding if and only if a=b=c . seems like what your asking is the definition. i dont know maybe im stupid and dont see it either. so i mean technically you can assume its true :P

definitions are

1. An idea that is demonstrably true or is assumed to be so.
2. A mathematical proposition that has been or is to be proved on the basis of explicit assumptions.
that's why i'm lost. maybe what i'm looking for is how the theorem can be derived from the arithmetic-geometric mean inequality how about that, can you guys do that?

fucken ---- is due in an hour too. Maybe it's time for some grade A BS
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Old 03-15-2006, 06:38 PM
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Procrastination: (noun) - The deferment or putting-off of an action or task, usually by focusing on some other distraction (compare temporisation). It is Latin for "foremorrowing," or making some such of tomorrow.
:P

I'll ask my step-dad as soon as he gets back from his jog, he's good with this stuff.
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